082-Engineering-Mathematics-Anthony-Croft-Robert-Davison-Martin-Hargreaves-James-Flint-Edisi-5-2017

986 Index
constant(Continued)
coefficient equations 560--84
exponential 81
ofintegration 429
phase581
time 82, 545
constantpolynomial 71
continuous function 64--5,361
andsequencerepresentationassumofweightedimpulses
979--81
approximating area under acurve 980--1
delta function 979
sampling a continuous function979--80
continuous integrand 491
continuous random variable 965--6
expected value 944--5
standard deviation 947
continuous signal sampling 702--4
continuous spectra 766
continuous variable 962, 963
control engineering 319
control systems628
controllersignal 693
converged series211
convergence, radiusof218, 698
convergence criteria 212
converges sequence 205
convolution 647
circular (periodic) 803--7
linear801--3, 809--11
theorem 647--9,676, 772--8
circular 807--12
seealso discrete convolution and correlation
coordinate frame 268
coordinate system 154--74
CartesianseeCartesian coordinate system
electrode 156
polarsee polar coordinates
polar curves 163--6
corner(derivatives) 371
correlation:
theorem 780--2
circular 816--20
seealso discrete convolution and correlation
cosecant (cosec)120, 434
hyperbolic 100
cosine(cos):
complex notation 749
complex numbers333--4, 338--9
De Moivre’stheorem 344--50
definite andindefinite integrals 445
differentialequations 539
differentiation 391, 394, 420
discrete Fourier transform795--7
first-orderlinear differentialequations 547--9,555
Fourier series734--43
odd andeven functions 740--3
functions120--3
half-range series746--8
hyperbolic (cosh)100--1,102--3
improper integrals 486, 488
integration, elementary 429--33, 438--9
integrationby parts 458, 460
integrationby substitution464--5
Jacobi-Anger identities 598
Maclaurin series525--6
modellingwaves using131--44
odd and even functions726--7,730--1
orthogonalfunctions 481--3
orthogonality relations 732--1
partialdifferential equations 825, 827
polar coordinates 160, 171
polar curves164--5
second-order linear differentialequations 541, 559--60,
564, 566--7,571--3
Taylor polynomials 522
Taylor series526--7
trigonometricequations 144, 146, 147, 148
trigonometricidentities 125--30
trigonometricratios 116--20
vectors 244
waves734, 757
cosine (cos)periodic waveforms 723--4
cotangent (cot)120, 434
hyperbolic 100
coupled difference equations 694
coupled equations 606--7
coupled first-orderequations 607--8
coupled-tanks system 614--15
Cramer’s rule280, 658
critical resistance 412
critically damped response 667
cross-correlation780
circular 815--16, 818--20
linear812--15
cubic equation 543
cubic polynomial 71
cumulative normalprobabilities 967--8
current 577--8
alternating 134, 324
branch307--10
conduction 369
density892
direct510
displacement 369
eddy 827
lawsee Kirchhoff’scurrent law
leakage 576--7
mesh 254, 307, 308--10
node 47--8, 310--12, 317--19
sinusoidalsignals 136--7
through capacitor 368--9
usedbyelectric vehicle 21--3
cusp(derivatives) 371